Helloween - Down in the Dumps tekst piosenki

In this section we prove that, in odd dimensions, normal derivatives of H-harmonic functions have a boundary behavior similar to the complex case of M-harmonic func- tions as

Note that Theorem 1 was proved for Fourier series and for 3/4 < p < ∞ by the author [16] with another method.. We can state the same for the maximal conjugate

Key words and phrases: Hardy spaces, p-atom, atomic decomposition, p-quasilocal operator, interpolation, Ces` aro summability.. This research was supported by the Foundation

(a) finite graphs different from an arc ([3, 9.1]), (b) hereditarily indecomposable continua ([9, 0.60]), (c) smooth fans ([4, Corollary 3.3]),.. (d) indecomposable continua such

In this note we present the idea described above and, in particular, we estimate the spectrum of special periodic Schr¨ odinger operators where the potential is given by the curvature

We prove that there exists a linear manifold M of harmonic functions in the unit ball of R N , which is dense in the space of all harmonic functions in the unit ball (with

Then we prove the main theorem of this paper showing that, un- der certain conditions, any two strongly unimodal maps of intervals having periodic points whose periods are all

It is well known that a module over a given principal ideal domain R is flat if and only if it is torsion-free, which is equivalent to the module being a direct limit of